"6DOF object translation" highlights the movement of an object in 3D space where all six degrees of freedom (three translational and three rotational) are potentially active and need to be considered for control, simulation, or analysis. The key is that the object is changing its location in 3D space, and its orientation might be changing simultaneously and independently.
A simplified virtual demonstration of 6DOF (Six Degrees of Freedom) movement using Python and a basic visualization library like matplotlib
. This won't be a full-fledged physics simulation, but it will illustrate the independent control of translational and rotational motion.
https://gist.github.com/viadean/3ae5a2e6fe5b5c7c07a69355cb8f64dd
https://gist.github.com/viadean/5e78471d52577aca51f004ff2428652b
How this script works:
SixDOFObject
Class:
__init__
: Initializes the object with a 3D position (self.position
) and a 3D orientation (self.orientation
) represented by Euler angles (Roll, Pitch, Yaw) in degrees. It also stores the history of the object's position and orientation.translate
: Takes changes in x, y, and z as input and updates the object's position. It also records the new position in the history
.rotate
: Takes changes in roll, pitch, and yaw (in degrees) as input and updates the object's orientation. It records the new orientation in orientation_history
.visualize_movement
Function:
matplotlib.pyplot
and mpl_toolkits.mplot3d
to create a 3D plot.history
.demonstrate_rotation
Function:
orientation_history
and prints the Roll, Pitch, and Yaw values at each step.if __name__ == "__main__":
Block:
SixDOFObject
.translate
method with different delta values for x, y, and z.rotate
method with different delta values for roll, pitch, and yaw.visualize_movement
to show the translational path in 3D.demonstrate_rotation
to print the changes in orientation.To run this demonstration:
matplotlib
and numpy
installed (pip install matplotlib numpy
).six_dof_demo.py
).python six_dof_demo.py
This will output the position changes in the console and display a 3D plot showing the translational movement of the virtual object. It will also print the changes in its orientation (Roll, Pitch, Yaw).
Limitations:
translate
and rotate
functions.